V=1/3(l+wl) v=1/3l(1+w) 3v=l(1+w) 3v/(1+w)=l
6 plus w
w2 + 8w + 12 = (w + 6) (w + 2)
The quotient of 100 and the quantity 6 plus w can be found by dividing 100 by the sum of 6 and w. This can be represented as 100/(6 + w). To simplify this expression, you can divide 100 by the sum of 6 and w, which would result in the quotient being 100/(6 + w).
6 + w - 2w - 11 + 6w = -5 + 5w
100/6+ w
(w² + 5w + 6) / (w² - w - 12)= [(w + 2)(w + 3)] / [(w - 4)(w + 3)]= (w + 2) / (w - 4)
w+3=w+6 obviously doesn't equal itself... subtract w from both sides and you are left with 3=6 So the answer is NO SOLUTION, or as a set, it is the empty or null set.
One answer is : 6x+6y + wx+wy = (6+w)x + (6+w)y.
100/(6+w)
w + 3 = 4w - 6 9 = 3w w = 3
It is (6 + w) - 14